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PreCalculus - Polar Curve Types
by
Ved Sunkari
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Line
r = a/sin(θ) OR r = a/cos(θ); a ≠ 0
Circle
r = a*sin(θ) OR r = a*cos(θ); a > 0; r = a/2
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This set includes
Line
r = a/sin(θ) OR r = a/cos(θ); a ≠ 0
Circle
r = a*sin(θ) OR r = a*cos(θ); a > 0; r = a/2
Cardiod (Heart-shaped Limaçon)
r = a±b*sin(θ) OR r = a±b*cos(θ); a > 0, b > 0; a/b = 1
Inner Loop Limaçon
r = a±b*sin(θ) OR r = a±b*cos(θ); a > 0, b > 0; a/b < 1
Dimpled Limaçon
r = a±b*sin(θ) OR r = a±b*cos(θ); a > 0, b > 0; 1 < a/b < 2
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Regular Limaçon
r = a±b*sin(θ) OR r = a±b*cos(θ); a > 0, b > 0; a/b > 2
Rose Petal; n is even
r = a*sin(nθ) OR r = a*cos(nθ); a ≠ 0; 2n petals
Rose Petal; n is odd
r = a*sin(nθ) OR r = a*cos(nθ); a ≠ 0; n petals
Lemniscate
r^2 = a^2*sin(2θ) OR r^2 = a^2*cos(2θ); a ≠ 0
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